{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "83a64eaa-c135-4ffc-a2e6-65750313b2ae",
   "metadata": {},
   "source": [
    "# Littrow Spectrometer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "c5c2ebc3-77cf-435c-8da0-3ece7add9cd6",
   "metadata": {},
   "outputs": [],
   "source": [
    "from optiland import optic, analysis\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "4fb3f2fa-ce5c-4472-a926-1bed7f14bb85",
   "metadata": {},
   "outputs": [],
   "source": [
    "class LittrowSpectrometer(optic.Optic):\n",
    "    \"\"\"Spectrometer with transmission grating in Littrow configuration\n",
    "    \n",
    "    In the Littrow configuration, the incident and diffracted rays make equal\n",
    "    angles with the grating normal, providing efficient coupling and compact design.\n",
    "    \"\"\"\n",
    "\n",
    "    def __init__(self):\n",
    "        super().__init__()\n",
    "        \n",
    "        # Grating parameters\n",
    "        grating_period = 1.0  # microns\n",
    "        grating_order = 1\n",
    "        central_wavelength = 0.55  # microns\n",
    "        grating_tilt = -np.arcsin(grating_order * central_wavelength / (2.0 * grating_period))\n",
    "        \n",
    "        # Lens parameters\n",
    "        lens_radius = 100.0  # mm\n",
    "        lens_thickness = 10.0  # mm\n",
    "        lens_aperture = 40.0  # mm\n",
    "        \n",
    "        # System geometry\n",
    "        object_to_lens1 = 93.619  # mm\n",
    "        lens1_to_stop = 40.0  # mm\n",
    "        stop_to_grating = 10.0  # mm\n",
    "        grating_thickness = 2.0  # mm (substrate thickness)\n",
    "        grating_to_lens2 = 50.0  # mm\n",
    "        lens2_to_detector = 93.619  # mm\n",
    "        \n",
    "        # Build optical surfaces\n",
    "        self.add_surface(index=0, radius=np.inf, z=0)\n",
    "        \n",
    "        # First lens (collimating)\n",
    "        self.add_surface(\n",
    "            index=1, \n",
    "            radius=lens_radius, \n",
    "            z=object_to_lens1, \n",
    "            material='N-BK7',\n",
    "            aperture=lens_aperture\n",
    "        )\n",
    "        self.add_surface(\n",
    "            index=2, \n",
    "            radius=-lens_radius, \n",
    "            z=object_to_lens1 + lens_thickness, \n",
    "            material='air',\n",
    "            aperture=lens_aperture\n",
    "        )\n",
    "        \n",
    "        # Aperture stop\n",
    "        self.add_surface(\n",
    "            index=3, \n",
    "            radius=np.inf, \n",
    "            z=object_to_lens1 + lens_thickness + lens1_to_stop, \n",
    "            material='air', \n",
    "            is_stop=True\n",
    "        )\n",
    "        \n",
    "        # Transmission grating\n",
    "        z_grating = object_to_lens1 + lens_thickness + lens1_to_stop + stop_to_grating\n",
    "        self.add_surface(\n",
    "            index=4, \n",
    "            radius=np.inf, \n",
    "            rx=grating_tilt,\n",
    "            z=z_grating, \n",
    "            material='N-BK7',\n",
    "            surface_type=\"grating\", \n",
    "            grating_order=grating_order, \n",
    "            grating_period=grating_period, \n",
    "            groove_orientation_angle=0.0,\n",
    "        )\n",
    "        \n",
    "        # Grating exit surface\n",
    "        z_grating_exit = z_grating + grating_thickness * np.cos(grating_tilt)\n",
    "        y_grating_exit = -grating_thickness * np.sin(grating_tilt)\n",
    "        self.add_surface(\n",
    "            index=5, \n",
    "            radius=np.inf, \n",
    "            z=z_grating_exit,\n",
    "            y=y_grating_exit,\n",
    "            rx=grating_tilt,\n",
    "            material='air'\n",
    "        )\n",
    "        \n",
    "        # Second lens (focusing) - first surface\n",
    "        z_lens2_front = z_grating_exit + grating_to_lens2 * np.cos(2 * grating_tilt)\n",
    "        y_lens2_front = y_grating_exit - grating_to_lens2 * np.sin(2 * grating_tilt)\n",
    "        self.add_surface(\n",
    "            index=6,\n",
    "            radius=lens_radius, \n",
    "            z=z_lens2_front,\n",
    "            y=y_lens2_front,\n",
    "            rx=2 * grating_tilt,\n",
    "            material='N-BK7'\n",
    "        )\n",
    "        \n",
    "        # Second lens - second surface\n",
    "        z_lens2_back = z_lens2_front + lens_thickness * np.cos(2 * grating_tilt)\n",
    "        y_lens2_back = y_lens2_front - lens_thickness * np.sin(2 * grating_tilt)\n",
    "        self.add_surface(\n",
    "            index=7,\n",
    "            radius=-lens_radius, \n",
    "            z=z_lens2_back,\n",
    "            y=y_lens2_back,\n",
    "            rx=2 * grating_tilt,\n",
    "            material='air'\n",
    "        )\n",
    "        \n",
    "        # Detector/image plane\n",
    "        z_detector = z_lens2_back + lens2_to_detector * np.cos(2 * grating_tilt)\n",
    "        y_detector = y_lens2_back - lens2_to_detector * np.sin(2 * grating_tilt)\n",
    "        self.add_surface(\n",
    "            index=8, \n",
    "            z=z_detector,\n",
    "            y=y_detector,\n",
    "            rx=2 * grating_tilt,\n",
    "        )\n",
    "        \n",
    "        # Aperture\n",
    "        self.set_aperture(aperture_type=\"float_by_stop_size\", value=20)\n",
    "        \n",
    "        # Field points\n",
    "        self.set_field_type(field_type=\"object_height\")\n",
    "        self.add_field(x=0, y=0)\n",
    "        self.add_field(x=2, y=0)\n",
    "        self.add_field(x=5, y=0)\n",
    "        \n",
    "        # Wavelengths\n",
    "        self.add_wavelength(value=0.550, is_primary=True)\n",
    "        self.add_wavelength(value=0.400)\n",
    "        self.add_wavelength(value=0.700)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "d4595386-9d58-4160-bca3-671f254ced92",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "spectrometer = LittrowSpectrometer()\n",
    "_ = spectrometer.draw(wavelengths = [0.400, 0.550, 0.700], num_rays=5)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "optiland (3.13.2)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.13.2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
